Please A vertex in the second level can bedrawn before a vertex in the first level toobtain a spanning tree of a connected graphwhen we uscdepth-first scarch but not breadth-first scarchbreadth-lirst scarch but not ddepth-first searchNone of the other choicesbreadth first search and depth first search

DFS and BFS are two methods of graph traversal, i.e. visiting all nodes of a graph. DFS uses the…

A vertex in the second level can be drawn before a vertex in the first level to obtain a spanning tree of a connected graph when we us depth-first search but not breadth-first scare breadth first search but not depth-first search Nane of the other choices breadth first search and depth-first search

A vertex in the second level can be drawn before a vertex in the first level to obtain a spanning tree of a connected graph when we us depth-first search but not breadth-first scare breadth first search but not depth-first search Nane of the other choices breadth first search and depth-first search

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

See similar textbooks

Related questions

Q: 5. Given the directed graph as below: А B E F (D H List the nodes of, in ascending order, starting…

A: Using BFT and DFT to ascending order in the given graph

Q: A vertex in the second level can be drawn before a vertex in the first level to obtain a spanning…

A: In breadth-first search research level by level so we can we cannot draw the second level before the…

Q: Given the following adjacency lists of a graph, in what order will the vertices be visited in a…

A: Given, adj(a) = [ ], adj(b) = [d], adj(c) = [ b, e ], adj(d) = [ c ], adj(e) = [ s ], adj(s) = [ a,…

Q: For the following graph, list the vertices in the order they might be encountered in a breadth first…

A: Given: For the following graph, list the vertices in the order they might be encountered in a…

Q: Assume that the following graph is traversed in depth-first fashion, beginning with the vertex…

Q: Q1) Run Dijkstra on the following directed graph, starting at the vertex S. a) What is the order in…

A: Given: A directed graph is given with 7 nodes and edges. Goal: We have to execute Dijkstra's…

Q: A graph may have many spanning trees. Only and graph can produce a spanning tree. Select one: O…

A: Note:the solution to the above problem is given below Hope it helps you understand

Q: A graph G is made up of vertices and edges (V, E). Every edge of a weighted graph has a weight…

A: A graph G is made up of vertices and edges (V, E). Every edge of a weighted graph has a weight…

Q: Draw a tree with 14 vertices Draw a directed acyclic graph with 6 vertices and 14 edges Suppose that…

Q: In breadth-first and depth-first search, an undiscovered node is marked discovered when it is first…

A: Actually, graph is a non linear data structure which consist of edges and nodes.

Q: 1.When the Breadth First Search of a graph is unique? a) When the graph is a Binary Tree b) When the…

A: Given data is shown below: 1.When the Breadth-First Search of a graph is unique?a) When the graph is…

Q: If visiting every vertex is as easy as iterating through them, then why do we need graph traversal…

A: Why do we need graph traversal algorithms? In certain graph algorithms, it is important to ensure…

Q: f non-equivalent graphs with 6 vertices. How many are there?

A: There are four non-equivalent graphs with 6 vertices.

Q: Draw a graph with the following conditions: a. 11 nodes total b. Directed, Acyclic c. Would have 5…

A: A directed graph is a graph in which a vertex can have both incoming as well as outgoing edges. An…

Q: 7. Please apply Depth First Search (DFS) to the graph below and show two timestamps (u.d and ufin…

A: Here I have one code in C++ for you about depth first search algorithm. may it help you for getting…

Q: Let DIST (u, v) denote the distance between vertex u and v. It is well known that distances in…

A: Given that, DIST(u, v) is the distance between the vertex u and v. If we consider any three vertices…

Q: raph Transversal Simulation: For this graph write down the order of vertices encountered in a…

A: Breadth-First Traversal (or Search) for a graph is similar to Breadth-First Traversal of a tree (See…

Q: In graph traversal, Depth-First Search (DFS) order is “aggressive" in the sense that it examines…

Q: a) Given graph A and graph B. Is there Eulerian path and why? A A B (C) B D Graph A Graph B b)…

A: 4a) Both the graphs have the Eulerian path. Graph A can have the Eulerian path as -> A B D C(as…

Q: Question 1 Every disconnected graph is a simple graph True False -- / Question 2 A graph is…

A: Answer 1 Disconnected Graph: A graph is considered disconnected if at least two of its vertices are…

Q: A graph G has 21 edges, 3 vertices of degree 4 and other vertices are of degree 3. Find the number…

A: Introduction :

Q: Question 18 Find the list of vertices following the breadth-first traversal of the graph below…

A: Here in this question we have given a graph with sources vertex 0.and we have asked to apply BFS…

Q: Corollary 5.6. (i) If G is a connected simple planar graph with (n> 3) vertices and m edges, then m…

A: Here, we are going to derive given corollary using graph theory rules.

Q: g h k d e f b c a The term DAG stands for Directed Acyclic Graph. Is this graph a DAG? O Yes, it is…

Q: a connected graph with 20 vertices contains 31 edges. without knowing which particular graph this…

A: Answer is given below .

Q: Report the order of the vertices encountered on a breadth-first search starting from vertex A. Break…

A: In the Breadth-First Search algorithm starts with examining the root node and all of its neighbors…

Q: Recall the complete bipartite graph Km.n. a) Draw K5,3. b) Determine the number of vertices in Km.n…

A: The above question is solved in step 2 :-

Q: How many paths of length 2 exist from any vertex to other vertices on the graph K4? a) Infinite b)…

A: Graph K4 is as follows: The adjacency matrix of K4: X = 0111101111011110

Q: Miscellany. Each of the following assertions is either True or False. Write either TRUE or FALSE…

A: 1.TRUE - For a graph G, either G or G' is connected. 2. FALSE for a labelled tree, there will be…

Q: Answer the questions below based on the given graph G. e3 V1 ei V2 e4 V4 eii e6 V6 V7 V5 e9 e7 V8 G…

A: 1. Adjacent vertices of a vertex are the vertices which have a common edge to the particular vertex.…

Q: 3. The number of maximal cliques in a graph must obviously be an integer, so when the Moon-Moser…

Q: A B F E D

Q: Prove the following statement about graph theory: If a new edge (but no new vertex) is added to a…

A: Let's first prove that a tree with n vertices has (n-1) edges: Tree is a connected graph with no…

Q: Answer the following statements as true or false regarding Prim's algorithm: a. True or False:…

A: Here in this we have asked that statement related to prims algorithm is true or false. Prim's…

Q: Q1: K3,3+ P3 is a planar graph * yes No Q2: Every face bounded by at least three edges * O yes No…

A: A graph G is called a planar graph if it can be drawn in a plane without any edges crossed.

Q: Question 16 Find the list of vertices following the breadth-first traversal of the graph below…

A: Given:

Q: Give a possible order in which the nodes of this graph could be visited in performing a Breadth…

A: The answer is option C. FACDEB. Initially, node F is enqueued. Queue= 0 State after visiting F:…

Q: The graph below is traversed using breadth first search. The search starts at vertex A and vertices…

Q: Sketch an algorithm, in loose/high-level pseudocode, to find and return a "choke point" in a graph,…

A: In graph G choke point will be the one which has only one edge to other node, now for connected…

Q: 2 16 1 4 (32) (128) 8. (64) Given the graph above, answer the following questions below regarding…

A: Answer(A) : 5 5vertex are connected by vertex 32 so the no. of neighbor of vertex(32) is 5…

Q: Draw a tree with 14 vertices Draw a directed acyclic graph with 6 vertices and 14 edges Suppose that…

A: Draw a tree with 14 vertices Draw a directed acyclic graph with 6 vertices and 14 edges Suppose…

Q: Any connected graph with 7 vertices and 6 edges will form a O Tree O A complete graph with 7…

A: Explanation: Any connected graph with n vertices and n-1 edges will always form a tree. so option…

Q: Explain how a vertex u of a directed graph G can end up in a depth-first tree containing only u,…

A: Solution: Step 1: Create directed graph of G: Step 2: Create DFS: 1. create recursive function…

Q: A complete graph with 6 vertices is traversed using depth first search. The vertices are labeled A…

A: Below is the answer to above question. I hope this will e helpful for you...

Q: Part 1) Is the following graph a subset of the above graph? Give about a sentence justification for…

A: I have mentioned hand drawn and writened images ,please find in below, thank you

Q: When the Breadth First Search of a graph is unique? a) When the graph is a Binary Tree b) When the…

A: I have given an answer in step 2.

Q: The Floyd-Warshall algorithm is a dynamic algorithm for searching the shortest path in a graph. Each…

Q: Give an example of a connected, weighted, undirected graph such that no matter at which vertex you…

A: BFS : BFS is a traversing algorithm where you should start traversing from a selected node and…

Q: Draw a graph with the following conditions: 12 nodes total Directed, Acyclic Would have 4…

A: The above question is solved in step 2:-

Q: Assume that the following graph is traversed in depth-first fashion, beginning with the vertex…

Question

Please

A vertex in the second level can be
drawn before a vertex in the first level to
obtain a spanning tree of a connected graph
when we usc
depth-first scarch but not breadth-first scarch
breadth-lirst scarch but not ddepth-first search
None of the other choices
breadth first search and depth first search

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step by step

Solved in 2 steps

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, computer-science and related others by exploring similar questions and additional content below.

Similar questions

Which of the following are properties of every tree? a. The graph must be rooted b. Every vertex must have a parent c. The graph is connected d. There are no cycles e. There is a unique path between every pair of vertices f. Every vetex must have a child
''In graph theory, a component, sometimes called a connected component,of an undirected graph is a subgraph in which anytwo vertices are connected to each other by paths.Example: 1 3------------7 | | 2--------4 | | | | output = 2 6--------5''' # Code is Here def dfs(source,visited,adjacency_list): ''' Function that performs DFS ''' visited[source] = True for child in adjacency_list[source]: if not visited[child]: dfs(child,visited,adjacency_list) def count_components(adjacency_list,size): ''' Function that counts the Connected components on bases of DFS. return type : int ''' count = 0 visited = [False]*(size+1) for i in range(1,size+1): if not visited[i]: dfs(i,visited,adjacency_list) count+=1 return count def main(): """ Example application """ node_count,edge_count = map(int, input("Enter the Number of Nodes and Edges…
Code it. In graph theory, a component, sometimes called a connected component,of an undirected graph is a subgraph in which anytwo vertices are connected to each other by paths.Example: 1 3------------7 | | 2--------4 | | | | output = 2 6--------5''' # Code is Here def dfs(source,visited,adjacency_list): ''' Function that performs DFS ''' visited[source] = True for child in adjacency_list[source]: if not visited[child]: dfs(child,visited,adjacency_list) def count_components(adjacency_list,size): ''' Function that counts the Connected components on bases of DFS. return type : int ''' count = 0 visited = [False]*(size+1) for i in range(1,size+1): if not visited[i]: dfs(i,visited,adjacency_list) count+=1 return count def main(): """ Example application """ node_count,edge_count = map(int, input("Enter the Number of Nodes and Edges…
Which of the following best states the property of a spanning tree of a graph M? 1. It is always acyclic.2. It does not include each vertex of the graph M. 3. It is not a subgraph of M. 4. The graph M has only one spanning tree.
Draw a tree with 14 vertices Draw a directed acyclic graph with 6 vertices and 14 edges Suppose that your computer only has enough memory to store 40000 entries. Which best graph data structure(s) – you can choose more than 1 -- should you use to store a simple undirected graph with 200 vertices, 19900 edges, and the existence of edge(u,v) is frequently asked? - Adjacency Matrix - Adjacency List - Edge List
12- A Graph consists of four vertices A, B, C and D. If we start from A, which vertex will be visited first of all by breadth-first search (BFS) algorithm? A C D B
For a graph with 10 nodes, the minimum spanning tree should have ___ edges. Question 3 options: 10 9 8 11
What is the Edges of the minimum spanning tree of the graph shown below?
Suppose you are given a fully connected graph where the weight of all the edges is the same. Now, if you want to find the Minimum Spanning Tree of that graph then is there any better algorithm to do that. If Yes then write the name of that algorithm otherwise write No.
Create a weighted connected graph with the following characteristics: The assigned number of vertices are alphabetically labeled starting with A. Vertex Ais not adjacent to vertex G. At leasttwovertices have a degree greater than 2. Allweights are greater than 0. • No weights are the same.
Write a function, called getadjacents, that receives a T item and an empty queue. The function will fill the queue with all items stored in vertices that are adjacent to the vertex containing the item sent as a parameter. The function belongs to a graph class with an adjacency list implementation. C++
Graph ColoringNote that χ(G) denotes the chromatic number of graph G, Kndenotes a complete graph on n vertices, and Km,n denotes the complete bipartite graph inwhich the sets that bipartition the vertices have cardinalities m and n, respectively. (c) Compute χ(K3,3). Justify your answer with complete details and complete sentences. (d) For n, m ∈ N, compute χ(Km,n). Do not justify your work. (e) Give an example of a graph G whose chromatic number is 3, but that contains no K3 as a subgraph